Abstract Algebra

Pronunciation: /ˈæbstrækt ˈælˌdʒɪbrə/

Definitions of abstract algebra

noun a branch of mathematics that deals with algebraic structures such as groups, rings, and fields

Example Sentences

A1 I heard about abstract algebra in my math class.

A2 Abstract algebra deals with algebraic structures like groups and rings.

B1 Studying abstract algebra helped me understand more complex mathematical concepts.

B2 The professor recommended a book on abstract algebra for further reading.

C1 Research in abstract algebra has led to significant advancements in mathematics.

C2 Many mathematicians specialize in the field of abstract algebra for their research.

Examples of abstract algebra in a Sentence

formal The study of groups, rings, and fields falls under the branch of mathematics known as abstract algebra.

informal Abstract algebra is all about studying structures like groups and rings.

slang Abstract algebra may sound complicated, but it's really just a bunch of fancy math stuff.

figurative Understanding abstract algebra is like unlocking a secret code that reveals the hidden patterns in mathematics.

Grammatical Forms of abstract algebra

• plural: abstract algebras
• comparative: more abstract algebra
• superlative: most abstract algebra
• present tense: studies abstract algebra
• future tense: will study abstract algebra
• perfect tense: has studied abstract algebra
• continuous tense: is studying abstract algebra
• singular: abstract algebra
• positive degree: very abstract algebra
• infinitive: to study abstract algebra
• gerund: studying abstract algebra
• participle: studied abstract algebra

Origin and Evolution of abstract algebra

First Known Use: 1900 year

Language of Origin: English

Story behind the word: The term 'abstract algebra' was coined to distinguish it from elementary algebra, focusing on the study of algebraic structures and their properties in a more general and abstract setting.

Evolution of the word: Originally used to describe the study of algebraic structures and their properties in a more abstract manner, the term 'abstract algebra' has evolved to encompass a wide range of mathematical topics including group theory, ring theory, field theory, and more.